2013
DOI: 10.1016/j.jmmm.2012.12.013
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Spin-transfer torque induced domain wall ferromagnetic resonance in nanostrips

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Cited by 16 publications
(10 citation statements)
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“…Actually, the mode here can be recognized as the DW thickness oscillation mode (or breathing mode), i.e., the DW thickness oscillates around the equilibrium value D 0 , meanwhile, the magnetization tilts out of the wall plane (x-z plane) with an oscillation angle u, which is antisymmetrical with respect to the wall center. [27][28][29] The little difference between the DW resonant frequency (7.2 GHz) for u ¼ 0 m/s and the frequency (7 GHz) at which the maximum velocity occurs for u ¼ 50 m/s is originated from the redshift of the DW thickness resonant frequency induced by STT. Similar spin-wave frequency shift induced by STT has been reported in various systems, such as bulk ferromagnetic metal, nanostrips with and without DWs.…”
Section: Resultsmentioning
confidence: 98%
“…Actually, the mode here can be recognized as the DW thickness oscillation mode (or breathing mode), i.e., the DW thickness oscillates around the equilibrium value D 0 , meanwhile, the magnetization tilts out of the wall plane (x-z plane) with an oscillation angle u, which is antisymmetrical with respect to the wall center. [27][28][29] The little difference between the DW resonant frequency (7.2 GHz) for u ¼ 0 m/s and the frequency (7 GHz) at which the maximum velocity occurs for u ¼ 50 m/s is originated from the redshift of the DW thickness resonant frequency induced by STT. Similar spin-wave frequency shift induced by STT has been reported in various systems, such as bulk ferromagnetic metal, nanostrips with and without DWs.…”
Section: Resultsmentioning
confidence: 98%
“…A slight decrease in the PM frequency with width is observed in simulation, which is the expected trend based on increases in the DW width and out-of-plane anisotropy. We have also observed modes internal to the DW in simulation that are characterized by a spatially non-uniform amplitude and phase [22], but due to their nonuniformity we expect a weak coupling to the optical probe.…”
mentioning
confidence: 67%
“…Idealizing the TDW as a string crossing the nanostrip, this mode has similarities to a standing wave with a zero-displacement node (dm ≈ 0) near y = 0. Wang et al 32 have observed what seem to be similar breathing and twisting modes of unpinned TDWs. As shown below, and in contrast to what is observed for the translational mode, a finite frequency for the breathing and twisting modes is non-reliant on confinement (i.e.…”
Section: Tdw Modesmentioning
confidence: 82%
“…These methods require the system to be subjected to an external excitation 11,32,[39][40][41] , often a pulsed magnetic field. In contrast, eigenmode methods 42,43 enable a direct calculation of resonant magnetic modes from a system's equilibrium magnetic configuration, m 0 (r) (as do dynamical matrix methods 44 ).…”
Section: Micromagnetic Simulation Methodsmentioning
confidence: 99%
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